{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "94a1dfdc",
   "metadata": {},
   "source": [
    "# 创建饼图\n",
    "在 Pyplot包中，可以使用 pie() 函数绘制饼图："
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "9056b4a9",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "61ecc4ce",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "y = np.array([35, 25, 25, 15])\n",
    "\n",
    "plt.pie(y)\n",
    "plt.show() "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "55bd27b1",
   "metadata": {},
   "source": [
    "# 标签\n",
    "使用 label 参数为饼图添加标签。\n",
    "\n",
    "label 参数必须是一个数组，每个楔形都有一个标签："
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "9f9aaec1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "y = np.array([35, 25, 25, 15])\n",
    "mylabels = [\"Apples\", \"Bananas\", \"Cherries\", \"Dates\"]\n",
    "\n",
    "plt.pie(y, labels = mylabels)\n",
    "plt.show() "
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": "iVBORw0KGgoAAAANSUhEUgAAAoAAAAHeCAYAAAALobo5AAAgAElEQVR4Ae2df2gUaZ/g55a9PV64u8GbnfWYdxhmZdbzBBE3r4gniIiIiLyeiIgnggyDDDIMiPj6iEhuMyEb8joiE0Imm3VzYdysZESCjAQJOVcEx5XgeDISQghOyJCTkAkh5DaE0PTxbS2nLKu6q6uqu54fnz9Cd7q7qqvr+dT3+3m+VfU8bxWLRcUf+wAGYAAGYAAGYAAG3GHgLRrbncamrWlrGIABGIABGIABYQABpAJKBRgGYAAGYAAGYMAxBhBAxxqcnh89PxiAARiAARiAAQQQAaTXBwMwAAMwAAMw4BgDCKBjDU6vj14fDMAADMAADMAAAogA0uuDARiAARiAARhwjAEE0LEGp9dHrw8GYAAGYAAGYAABRADp9cEADMAADMAADDjGAALoWIPT66PXBwMwAAMwAAMwgAAigPT6YAAGYAAGYAAGHGMAAXSswen10euDARiAARiAARhAABFAen0wAAMwAAMwAAOOMYAAOtbg9Pro9cEADMAADMAADCCACCC9PhiAARiAARiAAccYQAAda3B6ffT6YAAGYAAGYAAGEEAEkF4fDMAADMAADMCAYwwggI41OL0+en0wAAMwAAMwAAMIIAJIrw8GYAAGYAAGYMAxBhBAxxqcXh+9PhiAARiAARiAAQQQAaTXBwMwAAMwAAMw4BgDCKBjDU6vj14fDMAADMAADMAAAogA0uuDARiAARiAARhwjAEE0LEGp9dHrw8GYAAGYAAGYAABRADp9cEADMAADMAADDjGAALoWIPT66PXBwMwAAMwAAMwgAAigPT6YAAGYAAGYAAGHGMAAXSswen10euDARiAARiAARhAABFAen0wAAMwAAMwAAOOMYAAOtbg9Pro9cEADMAADMAADCCACCC9PhiAARiAARiAAccYQAAda3B6ffT6YAAGYAAGYAAGEEAEkF4fDMAADMAADMCAYwwggI41OL0+en0wAAMwAAMwAAMIIAJIrw8GYAAGYAAGYMAxBhBAxxqcXh+9PhiAARiAARiAAQQQAaTXBwMwAAMwAAMw4BgDCKBjDU6vj14fDMAADMAADMAAAogA0uuDARiAARiAARhwjAEE0LEGp9dHrw8GYAAGYAAGYAABRADp9cEADMAADMAADDjGAALoWIPT66PXBwMwAAMwAAMwgAAigPT6YAAGYAAGYAAGHGMAAXSswen10euDARiAARiAARhAABFAen0wAAMwAAMwAAOOMYAAOtbg9Pro9cEADMAADMAADCCACCC9PhiAARiAARiAAccYQAAda3B6ffT6YAAGYAAGYAAGEEAEkF4fDFjNwLfffjvY09PzL42NjUX/3xdffPGv8t7333//90mT4Y8//tgu6/jyyy9/9q9bnst3yntJ181yJGgYgIFaMoAAkvytTv61PHhYt97BWeQrKGVR/3/11VfjP/30U1vcNv3ll1/+5uuvv34Stb7g6999992NuOvmc3pzRfvQPrYwgAAigAggDFjFgMhZWEUuKGXB/6UiKBW9SsFdPiOfDS5f6X+qgYhDJbZ4H0bqyQACSPK3KvnX8+Dhu/QM1knkz5O31tbWX8q1q1QJk8ift34kUE9myrU579FmtjKAACKACCAMWMNA1GlfOcXrv9ZPqnhRp3DLSZqsx5M5/+M333zzz1J59BJF1HaIPFZzqtlbH49ICAzAQNYMIIAkf2uSf9YHB+szL+CGVedE9KLaMkwCo6qAIpB+6fOeDw8P/2PY+kUyvc/4H+XmkLDP85p5vNFmtJnJDCCACCACCANWMCAi5hct73m5ipu8533O/xh2LWBY9a+SzIVVAkVS/dVCkxMI244AwYC5DCCAJH8rkj9ByNwglFXbhcmWXA9Yaf1h1wwGTwOLsPkF0XteTi7le2W5sKpkVNWw0rbyPpzDAAxkxQACiAAigDBgBQNhAihVu0rBUq7f84TOewyeNg6rLsZZd9g2yXfId1baLt4n0cMADNSSAQSQ5G9F8q/lQcK6zQjCYbKVVNKCy4VJYrBK6OdEKoNhlUVPMIPr9y/LczN4o51oJ9MZQAARQAQQBqxgIEwA5fRrpSAtgzR7YuY9Bm8EEWHz3vMeo07jhq3PW8Z7DK6/0jbyPrIBAzCQNQMIIMnfiuSf9YHB+swLtmGnaUW4ylXqpJ3DxDEoaPK/J2/eY/BGEbneL0wUvc/7H+OIKQyaxyBtRpuZxAACiAAigDBgDQNhN1yIeMnduv4bNkTWRPyihC2OAPrXJ/IZ9t3yWlRF0KREwbYiNjBgHwMIIMnfmuRPgLIvQFXbpmHVPH/lLe7zagQwbCxB+R55XURTRDHse6v9bXwevmEABrJkAAFEABFAGLCKgaiqXpiERb0WHD4m7BSwVPbCXpd1ynteoEYASdoeCzzCgk4MIIAkf6uSv04HF9uSX7CXU75RchfndZFIf/tFiV5wXbKc/9SwrCNMAIMVRv938Tw/btj37HuXGEAAEUAEEAasZEDEK+o6P7k2T96Tv7AhXoLj9MWpKsq6wpJH2BRywQpj2HK8hozAAAzUkgEEkORvZfKv5UHDuu0KymHX8AVlrlxFUap5wTuC/YzIuoKVwuBA0/7P89wuvmhP2lNXBhBABBABhAGnGQi7ezcodGESJ1JXaS5gCfxxBFPXBMF2IS8wYC8DCCDJ3+nkT3CzN7jFaduwsQPDTs+KEAarePJ/8Hq/4HdGzQUcFMzgcvzvNpe0P+1fDwYQQAQQAYQBJxkQOQu7uSN4+tcLxGGfrVQBDKschgmm9x08kvhhAAbqxQACSPJ3MvnX6wDje/QM5lK5ExELVvXK3Z0bJnOyvNzkEdbOYTd/yOf9Q8SELcdrejJDu9AutjGAACKACCAMOMGAN/tHuRs6oub3lcAfdTpXpC5413CULFL9QyJskwh+j7lMI4AkfyeSP0HK3CBVbdsFq3px/49TmQu7ZjDu+uVmk0rXDFb7W/m8O1zT1rR11gwggAggAggDVjEQV8i8z4mYlav8BYNuVHXPW1/Yo3wHN36QwIMs8T9M5MkAAkjytyr553kw8d16BPMwAYt6TWQuSbuJMIYNHxP2PWGzgyT5TpbRgy/agXawhQEEEAFEAGHAKgbCJMx7Ta7/E+mrpuJXLtjLaeOwmUTkZhL5Hqp+yEI5fngPPvJkAAEk+VuV/PM8mPhugjkMwAAMwIApDCCACCACCAMwAAMwAAMw4BgDCKBjDW5Kz4TtpBcNAzAAAzAAA7VjAAFEAOn1wQAMwAAMwAAMOMYAAuhYg9Obql1vin1rz779wx/+cO2tt94qyt/vfve7H2hbe9qWtqQtYeAFAwggAkivDwZgIMAAAogkIAkwYDsDCGAg8Nve4Pw+ghoMVGYAAay8j+CIfQQDZjOAACKAVH9gAAYCDCCAZic2xIT2g4HKDCCAgcAPNJWhYR+xj2xnAAGEcdsZ5/fBOAKIAFL9gQEYCDCAAJIcESQYsJ0BBDAQ+G1vcH4fQQ0GKjOAAFbeR3DEPoIBsxlAABFAqj8wAAMBBhBAsxMbYkL7wUBlBhDAQOAHmsrQsI/YR7YzgADCuO2M8/tgHAFEAKn+wAAMBBhAAEmOCBIM2M4AAhgI/LY3OL+PoAYDlRlAACvvIzhiH8GA2QwggAgg1R8YgIEAAwig2YkNMaH9YKAyAwhgIPADTWVo2EfsI9sZQABh3HbG+X0wjgAigFR/YAAGAgwggCRHBAkGbGcAAQwEftsbnN9HUIOBygwggJX3ERyxj2DAbAYQQASQ6g8MWMvA8kpBTc8tqcdTc2p49LnqH5lUXXcnVNvtUXX+xhP1Wd8jdezKQ3Wk+4E63PVAHeq6rw513ldrdx299tZbbxXl7+0P/ssPey7fVfJ3sPO+On7lYWm5czeeqNbBUdUxPK56HzxTA4+mSt8x8mxOTc4tqkLB7ORAcqf9YMBuBhBAkr+1yZ/gZXfw8tp3YXlFPZmaLwnYpaEx9fm1R2pf+z21sem2+vDsrUR//3HLwVcC+Ger/+qHJOtZc+6W2tY6rI50PVBn+x+r9uHx0jaKIM7ML3HcEXthAAZyZQABBMBcAfSSOI9uyFqadl5aLqgHE7OlCt7Z649L1bqG5qFEgldJ6LIQwErfsfb8oNrffk9JJfHaw8mSxK4UChyPxGQYgIG6MIAAAlpdQEuT+FnWTTmcmFlQ10emSqdq5fSrVNQqSVVW79dDAMO29aPzg6XqpUhhH1JIbCI/wUANGUAAa7hzERc3xYV2r77d5Vq9++Oz6vLQeOkau00pTt+GiVW1r+UlgGHbKVIop5E770yUqoTwVT1f7DP2GQy8yQACiADSw4KBXBh4Pr9UOvV5ondErb8wWLfqXphkBV/TSQCD29bQNFS6CaX/4aSa5lrCXNhFJt6UCfaJefsEAST5E0BhoC4MyF2xI5Nz6uLtMbX38l2thC8oWToLYHBbd168oxoHnqo7YzOKawjNS8KIE22WFwMIIMm/Lsk/L8D53nyDq5zavf30uTp17ZGSylVQXnT93yQB9O9DOXUu1w/en5hlGBpiO7EdBsoygAACSFlAEKh8BcrU/f9ocq5080be1/L55aia56YKoP83bmkZUk03n6rHk3Mc48R5GICBNxhAAIHiDShMlQ62O19ZlevRZFBkOSXpFxETn9sggP79vqNtWLXdHlNjzxc43on5MAADJQYQQEAgGMBAYgYWl1dKQ7XITBprEg667BcVXZ7bJoD+/Xqg415pQGquF8y3w0SHlf2fNwMIIMk/cfLPG16+P78AKlOdNd58qtZfSD7bhl9KdHtuswB6+1oG0ZaZU5iVJL/jiBjGvs+TAQQQAUQAYSA2A3Jt38mrI3UdlNkTlno+uiCA3v786Nyt0rAyMkVdnsmI70aGYKC+DCCAJH+CPgyUZUCGbxl88lwd7Lxv/LV9nvRUenRJAP37QuZQ7h+ZVHL3Nsm4vsmY/c3+rjcDCCDJn0APA6EMyNy7vfefKbmBwC8JLjx3VQC9tt3cPKS6706oJUQw9Niod6Lm+5DDWjCAAJL8CXAw8BoDkvQ77oyrjTlPx+bJSB6Prgugt8/lOsEuEcFlKoK1SMCsE7HLkwEEkOT/WvLPE0a+O99gKHeFXn3wTG1uMWfAZk9Usn5EAG+9VvWVQbylIsip4XyPUWIk+z9LBhBABBABhAF16/G02tlm/vh9WYkgAvi6AHr7dWvLkOp7OMmUc8QM8oYFDCCAFjRilj0C1uVWD/Pe+KySC/+9BM/jC/FBAMMF0ONjR9sdNfhkGgkgf8CAwQwggAY3HrLmlqxl2d5PpubV0e4HiF/E4NUIYHkB9ERQGJqYYXaRLI9N1kVcrxcDCCACSA/OIQbml1bU2etPEL8I8fPEBgGMJ4Cyvz46N6haB0eVzApTr8TF9yBJMJCeAQTQoeTPAZP+gDF5Hw48mlJyV6cnOTxGSw4CGL1vorjZ0jJUupbU5GOEbXc7RrrW/gggAkiv3XIGZNq2Y1ceIn4Vqn5+sUEAqxdAb//JaeFxTgsTVy2PqzbIIgIIpAQqSxmQYV1kPL+15weRvyrkT0QGAUwugLL/ZHq5lsFRxg+0NLbYID/8hqJCADlAEUALGZB5XXdfuov4VSl+XhULAUwngN5+lKGFHk8yxzCywallHRlAAC1M/jqCxjbVJwDKLB4XBrjJwxOQpI8IYDYCKPt/zblb6vLQuJI5pYkD7AMY0IcBBBABJChbwsDT6Xm16yKDOSeVPv9yCGB2Aujt1/0d99TE7CLxxpJ4g8jpI3JJ2wIB5GAkIFvAgMzXKsNxeMmWx3QCgwCm239R/K27MFiabjBpwmI586WDNtSnDRFAC5I/B5Q+B1Td22JhRo0NtCJ+Ca/1ixIVBLA2Aujt7497HqqZhWU6n+QfGMiRAQQwx51fd1ngt9oVbCbuqmLbWlVsfFtd6WpDAjOUQASwtgIoIripaUgNjz6365gkxtKeBjGAABrUWAijw5U+P6eFgireaVXFxlUl+RMBLLa8rw619iGBGUkgAlh7AfSqgXKDCLGN2AYD9WcAAfQnVp4TiHVnYGFGFXv3/yp+In8v/xY6dqi1524igRlIIAJYPwEUETzRO8JUcrrHHrbPuvyIAAK1dVBb25N8dv/VKV9P+oKPI92fI4AIoJEM7Lp0Rz3jLmHiMTm5bgwggMBWN9isFbN6MPT0hio2vfuq2hcUv1//X6Wa2zuNFADvlKAOj1QA61sB9Np8Y+NtdWdshphUj5jCdzjPGQLIQeD8QaC9mD7ofP16P99p31/F79dTwYW2tWpn03UkMEUlEAHMRwBFBNecvaU670wQl8hNMFBjBhDAGu9g7eWC3693kLl9LkbV71f584Rwpms/AogAGs3Ayb4R5hImPusdnw1vHwTQ8AZEMOt/51Rd9vnKsir2f5xI/jwJHOy+YLQAeKcF83ikAphfBdDf3gc67qn5xRUkgDwFAzVgAAGswU6tiyCw3fYGhKV5VezZm0r+ShLY9K769GIPEpigEogA6iGAIoO7L91VM/NL9h7vxHLaNicGEMCcdjySaGnlLi1P89Oq2LE1vfy9vE5w+VKD2nR+AAmsUgIRQH0EUCRwW+swdwinjS0sj2gGGEAAAzsEMUPMcmNgZlQVL67PTP68U8ET3ccRQATQeAYamofU6PQ8SZycBQMZMYAAZrQjc5MGtt+OYPDsniq2fpC5/HkS2N110XgB8F8bVuvnVAD1qgB67b2h8bZ6+GzOjmOe2E075swAAphzAyCOVByLscf4e/NuX0/wKj62vK8OtlxDAmNWAhFAPQVQRHDt+UE1PMpYgeQOckdaBhBABJBeWJ4MPOqraoy/iqJXZoxApoqLLzUIYPx95VXn6vm45twtNfBoitiVZ+ziu43nDwEEYuMhTtsLym350Vt1kz9PHB92n6IKGKMKiADqLYAimyKBg0+miV/kMBhIyAACmHDH5SYNbK8dB/vE3ZhTu6U47RtaDVylmpgqrqIEI4D6C6BI4EfnBpk6jpxgR07IoR0RwBx2OvLo+LUb049UseX9mt3w4VX7oh5lqrgdjUwVV+6UJQJohgBKG647P8iNIeQxJDABAwhggp2GwDkucGmYmR1XxdY1ucmfJ4UzXQcqVsHKCZLt7yGA5gigsLjhwm31ZIohYshN5KZqGEAA0yRzlqXXVQ0D81OqeCn7cf48qav28WZ3IxIYcT0gAmiWAIoEbmoaUuMzC8SkamISn3WaFwSQA8DpA6Ca3lKqzy7OqmJ7Q+6Vv9cksZmp4qIqmQigeQIobbmlZUhNzi0S08hrMBCDAQQwxk5KlfhZPwfi8oIqdu3QS/68qeIuM1VcmAQigGYKoLTl9tZh9Zy5g4m75N6KDCCAQFIREgQ4xXUlK8uq2LNPS/nzqoHj3R9zKjhwKhgBNFcARQL3XL6rFpdXiG3kNxgowwACWGbnID4pxIf9qoqFgipeO6K1/HkS2NXJVHH+SiACaLYASlue6B0h+ROHYaAMAwhgmZ2DACKAqRgYOGmE/JUksOUDdYCp4l5VQhFA8wVQJPDS0BgCQI6DgQgGEMCIHZMq8bNODrgHnebI38vrARc6dqqPzt18JUH+iphrzxFAOwRQuL3FbCHEY3JyKAMIIGCEgoEAp6h+To2oYtM7xgmgVAIfdJ9GAM/eUgigPQIoA0U/nWaMQGJ6iphuqScggJY2LAd7Tgf70pwqXtpgpPy9uB5wlWq83OW8BCKA9gigVAG3tg6r2YVlOrvkOxjwMYAA+nYG0pSTNNnUBn2HDZa/F/MOF9rWqe2OTxWHANolgCKBhzrvq+WVAgJgU7zlt6TiGQEEoFQAIc0+ab532Xj58+4Kft510OkqIAJonwCKBJ7tf0y8I+fBwEsGEEAOBg6GLBiYfKCKTausEUARwQGHp4pDAO0UQJHA6yNTxLwsYh7rMJ4jBBCIjYc49yqkTPN2cZ1V8leqBDa/q0609TpZCUQA7RXA9Rduq8lZpovLPW6Se3PPvQggEOYOodGBSAZ77j1gn/y9mipus9p4fsA5CUQA7RVAqQIe6LinCgXf5RvkAfKAgwwggA42utHCpVt73Wm1Vv686wHHuj9BAANTxYlE8Gf2PmCQaATY9VyIAOomFGyPOT3RiTuq2GjXdX+e9AUfOzsvOSU8VADNlrs4cr7m3C018mzOnHhDbqCtMmYAAcx4h7reo3Dm9y88V8W2j6yv/nkiWGj9QO13aKo4BNB+ARRJ3NY6rBaWVhAL8qCTDCCAgO8k+KlFtXe/M/LnSeB8xy5npopDAN0QQJHAU9ceEQPJg04ygAACvpPgpxLAR1edkz9PAu87MlUcAuiOAIoEDjxiaJhUMZE8amQeRQAB10hwcwtWMuRL64fOCqBc83jBganiEEC3BHBD4201s7BELCQfOsUAAgjwTgGfWhyvf+Kw/L2YKm7l4jq1zfKp4hBAtwRQqoAn+0aIheRDpxhAAAHeKeBTCeD4kPPy550Ktn2qOATQPQEUCRwenSEekhOdYQABBHZnYE8lf8uLqnhpAwL4coBoEcEbXU3WDg2DALopgFtbh9XiMncFp4qV5FRjcioCCKzGwJprULp9HvnzyV+pEti8Wn1i6VRxCKCbAihVwJZbo8RE8qITDCCAgO4E6KnkcWZMFZveQQCDAtj4tlq+vFltsHCqOATQXQH86NwtNT6zQFwkN1rPAAII5NZDnkr+hA8Hx/zzrvWL82jjVHEIoLsCKFXAI10PiIvkRusZQACB3HrIUwng0wEqfyGVv6AYdlg2VRwC6LYAigTefDxNbCQ/Ws0AAgjgVgOeSv5WlrjxI4b8iQwWWj9U+yyaKg4BRAC3tAxxQwj50er8iAACuNWApxLA4RaqfzEFUCRwvnOXWnP2phV3BiOACKBUAduHx4mP5EhrGUAAgdtauFPJ39ykKja/iwBWIYAigfe7zyCAZ5EnkScb/mSGkPlFhoVJFUvJsdrmWAQQOLWFM9egc/Nz5K9K+XtxXeAqdc6CqeKoANohcFlIaOsgw8LkGovJ0TXL0QggcNUMLmODxvwUw74kkr9fp4rbavhUcQggAujJ47oLg2pmYZk4Sa60jgEEEKitgzq1eN46Q/UvhQBKJXC665DRpwARQATQE0B5bBx4SpwkV1rHAAII1NZBnUoAF2ZUsXk1AphSAEUCr3c1GyuBCCAC6BfAj84Pqqm5JWIl+dIqBhBAgLYK6FTyJyww5Vt28tu8Wn1s6FRxCCAC6BdAeX62/zGxknxpFQMIIEBbBXQqAVycU8WW97IToAyqaC9urHhxbZ2Jz5cubzFyqjgEEAEMCuCac7fUBFPEkS8scgYE0KLGTCU/7AdVHG5G/mograPdJ4w7FYwAIoBBAZT/P+t7hACRK6xhAAEEZmtgTiXAS/Oq2PoBAlgDAZTKZXvHZaMkEAFEAMMEcM3ZW2pybpGYSd60ggEEEJCtADmV/AkDd9uQvxrJnwhgaaq45n5jJBABRADDBFBea7rJHcGp4y15V4u8iwACohYg5hpQlhdVsXUNAlhDARQJnO/cbcxUcQggAhglgBsu3FYLy8wOkmvMJm9nkrcRQEDKBCSjg8H9duSvxvLn3cByz5Cp4hBABDBKAOX1K/cmiJvkTuMZQACB2HiIU8nnypIqtq1FAOskgMUmmSquW/tTwQggAlhOAHe0DatCoeh27CR3Gt/+CCAQGw9xKgF82I381Uv+Xn7PysX1akvjDa0lEAFEAMsJoLw39PS527GT3Gl8+yOAQGw8xKkEsHMbAlhnAZTTwbpPFYcAIoCVBPBw1wO3Yye50/j2RwCB2HiIEwvg8yfIXw7y510P2K/xVHEIIAJYSQDl/dHpeXfjJ7nT+LZHAIHYeIgTC+DtcwhgjgIocy4fb72q5algBBABjCOAZ5gezt38YYE7IIAWNGJiAXL5txcKqtj2EQKYpwA2vq2W2reo9ecHtJNABBABjCOAa88PqoUlhoQhB5l5QxAC6LIEufzbx4eQv5zlzzsV/FTDqeIQQAQwjgDKZ/pHJqmCuZxLDP7tCKDBjUevK0Wvq/84AqiJAIoIXu5o16oKiAAigHEF8Eg3N4OQi1LkohwdBAHMcedz0OR00Mi8v83vIoAaCWChdY3aq9FUcQggAhhXAGV+4OfzS1QByaXGMYAAAq1x0KYW55Ee5E8j+fNOBc9pNFUcAogAxhVA+VzXXWYGSR2XycV1z8UIINDVHbrcA8WV3QighgIoIni3+6wWp4IRQASwGgHcc/mue3GU3Gl8myOAQGw8xFUJ5dwE8qep/JUqgU2r1FkNpopDABHAagRQPjv+fMGtWEruNL69EUAgNh7iqgRwuAUB1FkAG99WOkwVhwAigNUKYOvgqFuxlNxpfHsjgEBsPMRVCeClDQig5gIolcCp7sO5ngpGABHAagVwa+uwW7GU3Gl8eyOAQGw8xLEF8Nl95M8A+fNuCunvaslNAhFABLBaAZTPP3w25048JXca39YIIBAbD3FsAbx1BgE0SACLze+pY235TBWHACKASQSQ08A5De1FHk+UxxFAwEkETmzp0mn/tjcggCYJYGmquK25TBWHACKASQSQu4ERQJNyIwKok6CwLbWT0flp5M8w+fNOBT/p/rTup4IRQAQwiQDKMjMLDAptkgS5vK0IINJVO+nSad8+voYAGiqAIoKX6jxVHAKIACYVwP6RKTdiqk7xnW1JxBwCCDiJwDGu13TjUwTQYAGUqeL21HGqOAQQAUwqgCf7RtyIqeRO49sZAQRi4yGOJaMX1yOABgugVAHnOveoNWdv1uV0MAKIACYVwI1Nt1WhwLVwseIy+TfX/IsAAmCuANYlSMwy+4d3PZ3pj3fqNFUcAogAJhVAWW5kkuFg6hLbyd+p8jcCCECpADLiIH/YTfXP8OrfK3FtWqXOXOqueRUQAUQA0wjgpaEx++MqudP4NkYAgdh4iCtKaOKXV10AACAASURBVP8xBNAWASxNFbdBbblwo6YSiAAigGkEcH/HPfvjKrnT+DZGAIHYeIgrCmDrhwigRQIo1cCp7iMI4FkkLY2k1XLZNWdvqYWlFftjK/nT6DZGAAHYaIAryt/0Y+TPMvnzTgdf62qtmQRSAUQu0wri/fFZu2MrudP49kUAgdh4iMtK4P12BNBSASy2vKeOtdZmqjgEEAFMK4Add8btjq3kTuPbFwEEYuMhLiuAVw8igLYKoDdV3Lnsh4ZBABHAtAJ4opfxAMvGZnJv7rkXAQTC3CGsWZAorKhi83sIoMUCKKeDazFVHAKIAKYVwC0tQ/bGVvKmFW2LAAKyFSCHSuTUCPJnufx51wNezHiqOAQQAUwrgLI88wIzIHZobtLEOxBATRpCZ0iM3baRXgTQEQGUqeJ2ZzhVHAKIAGYhgENPn9vbwSZ3Gt+2CCAQGw9xpKAOnkUAHRFAqQTKVHEfZjRVHAKIAGYhgG23GRA6Mj6Te3PPvQggEOYOYc0CRM8+BNAhARQJHO4+l8nQMAggApiFAB7tfmBvfCV3Gt+2CCAQGw9xpEC2rUEAHRPAYtM76vSlK6klEAFEALMQwI2Nt+2Nr+RO49sWAQRi4yEOFcCFGeTPNfl7+XtXLm1Um1NOFYcAIoBZCKCsY2pu0c4YS+40vl0RQCA2HuJQAZy4gwA6KoByKngy5VRxCCACmJUAMiMIdwKH5igN3AMB1KARdIXD6O160IUAOiyAIoF9KaaKQwARwKwEsO/BpJ2dbHKn8e2KAAKx8RCHiuqtMwig4wIoU8Udbe1LdD0gAogAZiWALYOjdsZYcqfx7YoAArHxEIcKIFPAIcCNb6vF9m1q3bmBqiUQAUQAsxJApoTjFHBojtLAPRBADRpBVziM3q7LmxAg1yuAL3//4+6TCOBZhC4roat2PXsu37Wzk03uNL5dEUAgNh7iN0RV5gBuWoUAIoCvGGjr6KhKAqkAIozVil7U59dfGLQvxpI3rWhTBBCQrQD5NQmcnXiV+OVmAP7YBzJV3K6m/tgSiAAigFFCl+T1mYVl++IsudP4NkUAgdh4iF+TP2nP8SGkD/F9g4G5rr2xp4pDABHAJKIXtczIszn74iy50/g2RQCB2HiI3xDAh91vJH+qgFQBhYGhmFPFIYAIYJTMJXn9+siUfXGW3Gl8myKAQGw8xG8I4J02BJAKYDgDTe+oUzGmikMAEcAkohe1TPvQuH1xltxpfJsigBpC/P333//9l19++XNjY2PR//fTTz+1vSE7Mbf/22+/Hfzmm2/+2b8+77l8l7z/448/tidZvywny4dtc09Pz7/Ie0nWm3iZ2+fDkz9SxH5pfFvJVHENFaaKQwARwCiZS/J6082nucqCdjE6Zt5KnANYfyzeEECNQPnll1/+RoTJE7PgYxIB/O67724E11Pu/6+++mo87vfI9n799ddPyq3P/55sS10O6IHPEB1ktywDz7qPlr0hBAFEAJOIXtQyp/sfx0rIWcdHbWO0Rnk3631u0voQQE1AlCqZX5bCnscVMw/AcjIZtn7vtS+++OJfK1UD5X35nLdM3Me6VAP7j5dN/lwPyPWAwsDVMlPFIYAIYJTMJXn9k56Rugug1jFak7zr5UpXHxHAnEGMOt0bJlTVCGAcoQz7Du+11tbWX6IOCtmOJPLnrbvmEth7AAGkAliZgZb31OGIqeIQQAQwiehFLXOo835dBVD7GJ1z3o3Kba69jgDmBKIcoNWcPhV5qkYAwwRNTu+KcPohl15iVKUwqgoo6/Fkzv8o1xjKKQdv/VESKttWzW/x1hf7sXtX5eSPILGPSlPFbQ+dKg4BRACjZC7J67su3amrAGofo3PKu7FziCPbhwDm1NBRciRCJdU3v1h5z+NKk4ibt4z3KDdolIM/TALDKnUikN46/Y/Dw8P/GLb+sG2R5eT7wj6fyWvtm5EbBDc2A4+6P3vjekAEEAFMInpRy2xuHqqbABoRo3PKu5nkF4u2HQHMqTGlUhas0sn/cqOEiJ5frrzncQUw7MaPMJnzHwxxlwnrWVaSuTDZld/qrxb6tyX184trYyd/rgfkekBhoDUwVRwCiABGyVyS19eer990cEbE6JzyburcYtl2I4A5Nqi/6ianTz040wqgVOM8afQe5XSzt/6wx7AhYoJVPRE2b33+x0piGia7snxw/WHblei15tUIIBXAqhgotH302lRxCCACmET0yi2ztFKoeRXQmBidY95NlFMs3V4EMMeGldOj0lsLClRaAYw67Rq8/s87EOT7wqqRwQpdmFjK9nvriXoMqwCKAPqlN2rZql8vrFSV+KkAUgH0GJjt2vdqqjgEEAEsJ3NJ3ns+v1RzATQiRueYc6vOJ5ZvKwKoYQOnFUCBPGxQZpGu4Fh88l1h1xyGnTIOqxKGfc47yGTdUdsh2xJHHr11xX5cnEMAqf4lZuB29/nS9YAIIAKYRPLKLTM+s1BzATQiRmuYc2PnF8u2HQHUsEGzEMCoKqCIlwifiFvYdX/yftQNI2HXlkSdxo1at6zf+ys31EziA3JuInHy9ypBPDpcFWx6R31+6YpCABHAcjKX5L3R5/M1F0AjYrSGOTdxvjH8tyCAGjZgFgIoQMeRME/GvMdy1wqGVQpFNP0Hj5w2DgtC3vr9j3La2b9sJs+nHyOAVABTMbByaZP6z//tv1976623ivL3Z6v/6ockCZ9lkEg/A0+nay+ARsRoDXNuJrnHwN+FAGrYaFkJoEAt1/2FBQW/iHnPg6eHgwdF2HpkW73PSTUweC2hrFtei5JRb1nv8bvvvrv0T//0T+2J/75qbP+ng7/hj32QioG9v/vgtieA//ad98fe/f0f2vljH6Rh4I8d/5A8rr2MiZOTk//Ti5Vhj/WI0WHfy2vFmld3a7GPEUDLBVCgCbsw2JM+/6OIWtQpXVlPueASNai1vC5VwSipDUK9evXq/+slXh5fVKDYD+wHGIABYeBv//Zv/1cwZvr/r0eM9n8fz80UP6/dEEDLBTBKzPziF3weNa5fWHCRyl7Y67JOf0URASSBITEwAAPpGEgigFnHaE8eeDRb/qT9EEBLBVCqblF34MqdYlFDs3gyGDZES5Toect4j3INoP/UsIAWJoCyvmAQ+eu//uv/89vf/vbnxH+r/+Ln3/6Hf8Mf+yA5A2//yc+/+fd/NufJyr/7kz/5f6v/9E9/5o99kIaB9/7iL5LHtZcx8e/+7u++DsZM///1iNH+7+O52RKIAFoqgGGVPwkOwZs2/INRewLnPQbHDYxzc0fUsDBh0xNF3W2cKqjMchcwdzEnv4t56vIGdeTGfvXne//81U0gH733n34YXbtO8cc+SMPA0pOnNb9OzIgYrWHOTZVzDP49CKCGjRdWLRMpC1bVoqANky25vi9q+bDPy/eJRPq/o5wshsmlf9mwimNw/f7PJ34+P53qDlDkKbk8mb7vBvv2q619W9SGng2vCeBvPvzND4+PHEQAkeBUDCyNjtZcAI2I0Rrm3MT5xvDfggBq2IBpBTCs+hdVmfPADxM0kUbvfXkM+4yIYtQ1g/5lk2yTf/nYz5cYCNp0Eav39i+2vKfODxwpiZ/I3xsC+Je/+WF/93Y1umVLKgFIUz1iWfOrj0tjYzUXQCNitIY5N3Z+sWzbEUANGzStAIZdBxI89RsEXq4Z9E79+h/9n4saXDqqsugtK+sWmfSvV55X2iZv+aoeV5apADIOYGwGRru2qH39u1+TvzABlNdaLx9So+vMFxFkMp82XJ6crLkAGhGjNcy5VeUYi7YfAdSwMXUVQDlIwuSyUgUwrFdak+v/vLZsWhVbAOpdbeL79DnF3Hv9kGrobXhD/qIEUF6/c/oYVUBOBSdioDA3V3MBNCZGe7Gax7owESW4CKCGAKYVwLC7f8Pu6vVDEVfSwj4n1bzgDSPeuqOuL/QPEeN9NrPHlvcRQKqAkQzMta1RJwcOhYqfSF45AWzo2aRG9+1JJABU3vKpvOmy34srK3VJ9kbEaA3zbmb5x6DfhgBq2FhpBTBsQnCRNLkOLyhqcsog6sJhCSTBgyLqdK6sPyiZUYGoptU/ac+2jyKTPxU4fSpwebTFg55daue17WXlr5wAynsfd+1Wo5s2IYFUAuMzsKmhLvIn8dqIGK1h3g3mOhf+RwBzBDHsdKqIVLV/QVCjBLKa9cq2SSAJrlv+jzuzSNj3lbsbOey7Er12eSMCSAXwNQZWmlapSzeOqI29GyvKXyUBlPevtB6Nn/wRJef31fj27XUTQCNidI55N1FOsXR7EcAcG7ZWAiiAyynWMAGL85psl0hkuQMlqrpXbv0ifzW58SPYhh1bXkv+eVSa+E59Ko2T7S/G9hNxi/vnHwfwN3/5mx/Clnt44ojzYqPL6VXdt2Ni7966CqDEbq1jdDBm83/d+RBGEMAcwaulAErjyunesOsBy0manA6OqvwFhVAqgWF394atP2x2kOD6Mvu/aycCSAWwxMCta/vVlpdj+4VJXNRrcQRw55UtanTnDiSQCmdFBp4dOpxLgtc2RueYdzPLMxb8BgQwx0astQB6oIsISm8wSgZF+uT9uOLnrdd7lGpj2HWH8vtkvXWp+vnbsWcvAui4AMrYfucGDseu+AVFMI4AyjJnOvar0fUbKgqA7hUqtq+2N6hMfvJJLgKobYz2x2ue58YGAgh8ucHnBafMH68dQQAdFsCnXVtDx/YLSl65/+MKoKxj4AJDwyCQ5QVy6vRp++IsudP4NkUAgdh4iN8QyMFzCKCjAthz/ZDa1LspceXPk8JqBHBjzwb15PABqoCcCo5kYKatzb44S+40vk0RQCA2HuI3BPBhFwLomADOtq1Rn1YY28+TuziP1QigrO9A9w6mikMAIwVw7upV++IsudP4NkUAgdh4iN8QwPEhBNAhAbzfs0vtiDG2Xxzx8z5TrQDKcm2XDkcKAKdIy58itX3/LAwP2xdnyZ3GtykCCMTGQ/yGAM5OIIAOCOBK0zvq4sCR1Kd7PenzPyYRQFmeqeLcFr0okV0aG7MvzpI7jW9TBBCIjYf4DQEsrKgi8wFbLcGT7RvV4Rv7aiJ/InJJBXDzFaaKi5Igl18vzM/bF2fJnca3KQIIxMZD/IYASpsyG4i1Anjz2gG15ermmslfGgGUZZkqjiqgX3bHGuo3DVxoLCTH2ZnjMmhXBDCDnchBV9TvAOvdb60AuTrLSNqx/UTO4v4lrQB66+9hqjiuh3x5U8zEvn36xUfyHm3CTCAaigsHZjYH5s1TCKBF1wHK2H57+3fHFjhPxJI+phVA+d6RE9wU4q+Eufp88sSJbGIauYH9mDEDVAAz3qFUAzWR6vvtCKAlApjV2H7VyGAWAshUcZwKFul93tKCuJBntWQAAQRMLcFMLdKjNxFAwwVwtu0jdSLDsf3qLYDyfWeZKs75U8Fz16/bGWPJnca3KwIIxMZDHCqLz58igAYL4L3e3ZmP7ZeHAMp33jzPVHGunv6V37305ImdMZbcaXy7IoBAbDzEoQK4vIgAGiiAMrZfW43G9stLAJkqzuFTwevXq8LSkp0xltxpfLsigEBsPMShAijtenEtEmiQBNZ6bL+8BFC+l6ni3JTAiT177I2v5E7j2xYBBGLjIY4UwCt7EUBDBHDg2gG1ucZj++UpgPLdF5kqzrnrAac+/9ze+EruNL5tEUAgNh7iSAG8fQ4B1FwAF1veV2cHDtdteJe4EpjFXcBh33X31FHnJMjl6/9mOjrsja/kTuPbFgEEYuMhjhTApzcQQI0F8EnXNrWnf5d28ifiVisB3NLToEb37kECXw6SbLscLgwN2RtfyZ3Gty0CCMTGQxwpgPPTCKCmAnjl+mG1qXeTlvJXSwGUdX/StVuNbtqEBDoggStTU/bGV3Kn8W2LAAKx8RBHCqC07cX1SKBGEjh7Ucb2O6it+HmnbWtVAfTW39vCqWDbq3/j23fYHVvJnca3LwIIxMZDXFYA+48jgJoI4N3e3Wr7te3ay1+tK4CeBI58wlRxNkvg1KnTdsdWcqfx7YsAArHxEJcVwPsdCGDOAihj+7VqMLafJ15xHmtdAZRtKE0Vt2M7p4ItPRU819dnd2wldxrfvgggEBsPcVkBnBpBAHMUwGftm9Sh6/uMqPr5xbAeAijfd7bjgBpdvx4JtFACl8bG7I6t5E7j2xcBBGLjIS4rgIUVVWx5DwnMQQJvaDa2n1/wKj2vlwDKdtxiqjjrBHhs8xa74yp504r2RQAB2QqQy0rg1YMIYB0FcKFVz7H9Kkmf//16CmBpqrhDB6yTIJuv76v02yY/PWl/XCV3Gt/GCCAQGw9xWfmT9r13GQGskwA+6dZ3bD+/4FV6Xk8BlG052L1DjW7ejARacip4tvuK/XGV3Gl8GyOAQGw8xBUFcPoRAlgHAezWfGy/StLnf7/eAijffekidwVXqqyZ8v7S48f2x1Vyp/FtjAACsfEQVxTAQkEVWz9EAmskgTMX16pPDBjbzy94lZ7nIYCyTXc/Z3xAUyQvajtL1/9JzCG3sA80ZwAB1LyBCCLFbILItSMIYA0E8G7vHrX92jbj7vLVVQBLU8Xt2c2pYINPBU+dOZNNzCI3sR9rzAACWOMdjMBlJHBp2+lhFwKYoQCaOLZfJenzv59XBVC24UTXHjW6kanioipsur8+PziIuKSN1yxfF4YQQECrC2i5i3BpXuBVSGAGEjjRIWP77bWu6qeLAMp2XGWqODOroBs2qMLCohsxldxpfDsjgEBsPMSx5fLKXgQwpQDe6D+oNl/dbLX8iYDlWQH0RHTkY24K0b3aF9y+yY8/dieekjuNb2sEEIiNhzi2AI5cQQATCuBC6wfqzMBh68XPky8dBHDXlS1qdDtTxQUlS+f/565edSeekjuNb2sEEIiNhzi2AC7OqWLTO0hglRL4uHu72t2/yxn506UCKNtxrp2p4nQWvuC2rUxPuxNPyZ3GtzUCCMTGQxxbAKWtmRUktgAXGleprhuH1abeTU7Jn04CKNty69wxM6+HM/hO3qDYxfl/Yv9+t2IpudP49kYAgdh4iKsSwMfXYgtQscpKmU2fn7m0Vn1y46Bz4ifCpZsAburZqJ4c2o8Eai6UMx0dbsVScqfx7Y0AArHxEFclgMsLqti8GgksI7d3ru5R2/vsG9vPk7s4jzpcA+jfzkNMFae3AK9bp5anptyKpeRO49sbAQRi4yGuSgClvfuPIYAhArjc9K5qGTjibNXPL1y6CaBs22WmitNWAp8dPepeHCV3Gt/mCCAQGw9x1QL4dAABDAjgREeDOmj52H5+wav0XEcBlG2+x1RxWkrgXH+/e3GU3Gl8myOAQGw8xFUL4MqSKra8jwS+lMDrpbH9Gqj8vbz+T0RLVwHceqVBjTJVnF4SuHGTKiwsuBdHyZ3GtzkCCMTGQ1y1AEqb3zjhvADK2H6nHRrbr1LVz/++rgIo2/hiqriNekmQ5jdoxLmLN+lnpk6fdjOGkjuNb3cEEIiNhziRAI4POS2Aj0pj++2k6uer+pkigLKdfc0MDZNU2LJebuHuXTdjKLnT+HZHAIHYeIgTCWBhRRVb1zgngS6P7ecXvErPda4Aets+8vEhqoA5Vx7Ht21XxULBzRhK7jS+3RFAIDYe4kQCKO0+eNYpAXx+aZ36+MYBqn4RVT9PrOTRBAHcdWUrU8XlLIAzFy+6Gz/Jnca3PQIIxMZDnFgA5yZUsXGVExI4fHWv2ub42H5+wav03AQBlN9wvuOAGl23nkpgHiK4foNi6reiu/nDAndAAC1oxMQCxG9Xxf7jVgvgcvO7qpmx/aquepoigCKBg0wVl4sAT506hfyQQ4xmAAEEYKMBTi2/04+sFUDG9nsxrVulal/Y+yYJoEwV95Sp4uougYuPHrkdO8mdxrc/AgjExkOcWgJ79lkngf2M7Vd11c8vgiYJoGz3oe6darRhc90lKOs7ak1Z38ShQ8RNcqfxDCCAQGw8xKkF0KIhYeZbP1CnGNsvlfyJUJkmgLLN7UwVVzcBnr95k7hJ7jSeAQQQiI2HOLUACgOd24yvAj7q3qF29TO2n7+Sl/S5iQIov/XeZ0frJkGmVOuy3s7x7TtUcWWFuEnuNJ4BBBCIjYc4EwF83G+sAMrYfp03DquNvRtTV76SCpNty5kqgEwVt67mAjzb2UXMJG9awQACCMhWgJxaAmVg6EsbjJNAGdvvOGP7ZS6+pgqgiPinXXvV6Eamisu68ifrG9vUoFbm5oiZ5E0rGEAAAdkKkFMLoHDwoNMoARwqje23NXP5sa2al+T3mCyA8nuZKq42lUAGfmbcv0xyjSbegQBq0hA2QWXsb1leVMXWD7WXQMb2Sz68S1wZNF0A5Xc+Os5UcZlWAan+USywzBcQQMsa1Fj50qUdhpu1FsDxzs3qwPU9VP1iTOcWV/bCPmeDAO4uTRW3rebXxGUqWXnM6BHzO2fa2hAgXeI025EJiwggIGUCkjXiuTiris3vaimB/f2HVMPVBuSvxvInQmiDAMrvaGw/yFRxMQWvnMiONXDtnzUxnpz/KucjgMDwCgYO8JfXt9w6o5UAMrZf7U/5BquAtgig/K7bZ49RBUwpgTOXLxMnyZXWMYAAArV1UKcW2cU5VWz9QAsJHLmyk7H96lDxs1kAG2SquIP7kMCEEji2eYsqLCwQJ8mV1jGAAAK1dVCnFkBh4kFXrgIoY/t13DjC2H45yJ/IoE0VQPk9h7t3qdGGBiQwgQTOdjHuXyYxlVyrXa5FAIFSOyi1CDaFgip2bM1FAp9fWq+OMbZfrtc62iaAIoEdF48ggFUK4PjOnaqwtESMJE9ayQACCNhWgp2JRE7crbsADvXtVVv7GNsveEq23v/bKICyD+8zVVxVEjw/OEh8JEdaywACCNzWwp2JBPYfq4sELjWvVk0DR3KtetVbsnT+PlsFcNuVBjW6e1dVElTu7lib33t27DixkfxoNQMIIIBbDXhqCZybVMXm1TWVQMb2q/9dvpXk01YBlN/9WedeNbqBqeLKyuv69WppbIzYSH60mgEEEMCtBjy1AAofd1prJoDXGNtPy6qnzQIoEtjfxNAw5QTweVMzcZHcaD0DCCCQWw95aglcWVLFSxsylcD51g/V5wOHtJSfStUxF963XQClDZkqLny+4LEtW1Vhfp64SG60ngEEEMithzy1AAojTwcyE8AXY/vtQP5yGuIljsC6IIB7urepsW1MFResBM5du0ZMJC86wQACCOhOgJ6JBPbuTyWBMrZfO2P7GSG+LgigiDBTxb1eBZw4eFAVZQgo8gL7wAEGEEAHGplg9nKKt7RtPTOqik2rEkng9GXG9otTedPlM64IoOzvIaaKe3FX9IYN3PiRNkayvFHijAACrFHA5i6zg2erFsDbffvU1r4tRlS+dBGwvLfDJQEsTRV3gKniZjs7iYXkQ6cYQAAB3ingUwvk8oIqXt4YSwKXWlarRsb2M1J8XRJAke0jXTudniqudOp3ZYVYSD50igEEEOCdAj61AAovkw9UsbH8qeCxzi1q//U9RspP3tU3Hb7fNQGUfd7Z5uhUcZz6JQc46gEIoKMNn4kIubzvhpsjq4B91w+phqsNyJ/Gd/lWkkwXBVD2yf2T7kngbGcXAuRyLHf4tyOADjc+Epji5pDCiip27XhNAudaP1SfMbafFeLrqgCWporb5c5UcRMHD3HXLznQ2Q4AAgj8zsKfWoBnx19NE/ewZ5faeY2x/SpV1kx531UBlPb5rHOfGt2wwf75gjdsVMvj48Q/cqCzDCCAwO8s/KkFsFhUhZEr6jJj+1lR9fPLqcsCKPvBhani5vr6iH3kP6cZQAA5AJw+ALKQwFN3TlknQH4ZcvG56wIobf7o2CFrq4BTp08T98h9zjOAAHIQOH8QpJXAheUFtYc7fq2SYARwg9p7RaaK22qdBE7s2aMKi4vEPXKf8wwggBwEzh8EaQVQln86+1Q19HLnry3VQgRwQ0nom9oPqdF1r0+XFpw716j/N25itg9yHjnvJQMIIAcDB0NGDPSN9llVBbNF5pL8DgTwhQDKvrNpqri569eJdxnFuyw6zqwjxUgUGbQjApjBTgTifCHWaf+fvnMaCTR4/D9PFhHAXwXQlqnips+eQ/7IdzDgYwAB9O0MnUSCbTFTKuV6wL039iKBhksgAvirAIoUH+naZfRUcRP79qvC0hLJn3wHAz4GEEDfzkC6zJQu3dptcn5Sbb+2HQk0WAIRwNcFUCTQ1KnixrZtUytTUyR+ch0MBBhAAAM7RDeZYHvMlNInM0/U5qubkUBDJRABfFMARQIffGrYVHFy08fjxyR+8hwMhDCAAIbsFKTLTOnSrd3uTt1VG3s3IoEGSiACGC6A269sVqOmTBW3bp2aH7xN4ifHwUAEAwhgxI7RTSbYHjOltH+sHwFEAK1i4HNDpoqb7eoi8ZPfYKAMAwhgmZ2DdJkpXbq1W8ejDqsEwLtT1uZHKoDhFUCvza83HtN6gOjp8+dJ/OQ2GKjAAAJYYQfpJhNsj5lSeuH+BSTQoEogAlheAEUEHx/Vc6q4Z8ePq+LKCsmf3AYDFRhAACvsIITLTOHSrd1WCivq5NBJJNAQCUQAKwvg3u5tanSrXlPFTew/oArz8yR+8hoMxGAAAYyxk3STCbbHTCldWllSR24dQQINkEAEsLIAShWw+bI+U8VN7N2rVubmSPzkNBiIyQACGHNHIV1mSpdu7Ta3NKf2XmegaO9aMl0fEcB4AijtN3Qm/+sBx3fvViszMyR+8hkMVMEAAljFztJNJtgeM6WUgaLjy0VegogAxm+j0lRx+/fmdlPI+M6damV6msRPLoOBKhlAAKvcYUiXmdKlW7s9nX2qtvZt5XSwpqeDEcD4AiiSfiynqeLGt29Xy5OTJH7yGAwkYAABTLDTdJMJtsdMKR2dG1U7ru1AAjWUeDGNoAAAE3FJREFUQASwOgEUCexqre8sIWNbt6rliQkSPzkMBhIygAAm3HFIl5nSpVu7yeng3dd3I4GaSSACWL0AigTWa6o4kb+l0VESP/kLBlIwgACm2Hm6yQTbY6aUzizOqAMDB5BAjSQQAUwmgDtKU8XtrOn1gHLNH5U/M2MdOUqvdkMAEUB6UBowML88r47eOooEaiKBCGAyAZQq4CmZKm79hppIYGmol+fPiVkaxCxkTi+ZS9IeCCAHEsFUEwZknMATQyeQQA0kEAFMLoAigbWYKm7i0CHG+dMkViWRDZbRTxgRQA4oBFAjBmTGkDN3ziCBOUsgAphOAEUCHx89mFkVUKZ3KywuEqs0ilUInX5CV22bIIAcUARVzRgoFAuq+UEzEpijBCKA6QVwX0ZTxU199pkqLC8TpzSLU9XKBp/XTxgRQA4qAqumDHQ86kACc5JABDC9AEoVsCXlVHHTjY2qWCgQozSNUUidflJXTZsggBxYBFeNGbg6ehUJzEECEcBsBFAkcDjJVHHrN6i5vj5ik8axqRrR4LN6iiICyAFGkNWcgcGJQbX56mZEsI4iiABmJ4ANPZvU0yqmihvbskUtPnhIXNI8LiF1ekpdNe2CAHKQEWgNYGBiboKxAhFAYzsBx2WquE0NFW8Kmdi3Xy1PTRGTDIhJ1YgGn9VTFhFADjSCrSEMyDAx5+6dM1YC5HSgKX9UALNvq+7Wo2UFcPLkSe70NSQWIXR6Cl217YIAcsAhgIYxcGP8hmq42mCMTJkiff7tRACzF0DZvw8/DZkveN06NXPpEnHIsDhUrWzwef2kEQHkoCPwGsjA2NyY2ndjHxJYo6oiAlgbASxNFbfz16ni5Hq/heFhYpCBMQih00/oqm0TBJADj+BrKAOLK4vqzF0GjfZX7rJ6jgDWRgClfU537i9NFffsyFG1wrRuxF9D42+1sqXj5xFA4CMAGc5A/1i/aujllHBW8ifrQQBrJ4Abezeqh4M9jO9neNzRUWjYpuqqkgggByECaAEDo7Ojas/1PZwSzuiUMAJYGwHcfX23ejTziJhjQcxBtqqTLR33FwLIgUgwtoSBheUFderOKSQwAwlEALMXwPP3ziu5bEHHRMg2mS8ztGH1bYgAWpL8gb96+G3dZzcnbqod13YggilEEAHMTgC3Xdumhp4NIX7kGhjQjAEEULMGsVVK+F31FdT55XnV/KBZyfVWWV4b58q6EMBsBPDToU/VzOIMiZ88AwMaMoAAatgoyFJ9Zcnm/f1k9ok6dPMQElhlNRABTCeAcj3q8CTDu9gcW/ht5ucpBBABpGdmOQOFYkH1jfaprX1bEcGYIogAJhNAmbO6+0m3Wi4sE1csjysIIALIQc5BDgOGMDC7NMu4gQhgzToBZ++eVc8XnxMPDIkHCJz5Ape2DakAcrASsB1j4P70fWYRqSCCVADjVwDlEoOR5yPEEcfiSFr5YPn8BRQB5KAlcDvIgJyi63zcyZzCESKIAFYWwO3XtisZhFwuMSCZ55/MaQPaoFoGEEAHk3+1kPB5ewPL5Pyk+nz485qdFjT1rmEEMFoAN/VuUi0PWpTcaU5ssDc20Lb2ty0CiAASxGFAjc2NqTN3zjBszMuKIAIYLoCf3P5Ejc+NEzOIGTBgAQMIoAWNSE/N/p5avdp4Yn5Cnbt3TkmVx9TqXRbbjQC+LoAnhk6oB9MPSPrkCxiwiAEE0KLGrJck8D32C+fUwpRqvN/orAgigBtKbS939kp1mGPe/mOeNnavjRFABJDgDgORDMiwHnK9V8PVBqcqgi4LoIzl1/qwVU0vTEdygSy4Jwu0uX1tjgCS/AnyMFCRARlD8OLIRSVykMUpVt3X4aIAyvzRXY+7uLmDeFAxHiCDdsggAsjBzsEOA7EZmFuaU+2P2q2fVcQlAdx3Y19pOBdm77AjqSNntGNcBhBAkn/s5B8XKj5nfwASWRh8NqhODp208jpBFwTwyK0jaujZEOP4kQPIAY4ygAA62vBImv2SVq82ltPDPU971MGBg9acHrZVAHf37y6dyh+dGyXpE/thwHEGEEDHAaiXJPA9bgin3DEqNxDILBG6X+dXbvtsEkC5tk9u5Hk084iET7yHARh4xQACCAyvYEDS3JC0erTzSmFF3Z26q07fOa0aes27g9h0Adzat1VduH+hNHZfocBUbfVgnu8gfprGAAKIACKAMFBTBmTKMJkz9uito8bMNGKiAMod2mfunlF3Ju8oEXDTkhHbi0DBQH0ZQABJ/iQKGKgbAyKDcuNB84NmJXefljsNm+d7pgigVPpkLufBiUG1tLJUt3YkUdc3UbO/2d+1YAABJPmTNGAgNwZkoOmB8QF17u45tbN/pzZCqKsA7ujfUTqtfnX0ammGjkKR07u1SIysE+FygQEEkOSfW/J34QDjN1aXSGQu4r7RvlJVS6pbeVUBdRHA3dd3l+Zmvj5+XT2bf8axSryGARjIjAEEEJgygwnZqU522F/l95dUt57OPlXdT7pLVS85Zbyxd2NdpDAvATwwcKB0evzWxC0l1VEYKc8I+4f9AwPJGUAAEUCSDAwYw4AMQC1j2N2cuFkaz+7E0AklY9tlLYa1FEAZIkcGYT5796zqeNRR+i0yRItcH0kyS57M2HfsOxiojgEEkORP0oEB4xmQu17l9LHcAdv7tLdURRM53H9jf+nawmrnME4rgHI94/HB4+rCvQulCubtZ7dL1cyF5QXj9zVJtroky/5if+nKAAJI8ichwYATDIgkSpVtamGqVEV8+PyhGp4cLlXg5LrDrsddpapi0/0mteV/bLn21ltvFeXv/f/6/g8y/7GcipabL66PXVdyilaWvT99vzTAslQl5Ro9OW3L3bgkfF0TPtsFm34GEECSvxPJ3w89zwmClRj4wx/+8EoAf/e73/1Q6fO8D1MwAAOmMYAAIoAIIAzAQIABBJBkbloyZ3thtloGEMBA4K92B/J5DjoYsI8BBNC+NuU4pU1h4HUGEEAEkOoPDMBAgAEE8PVEQeJkf8CAfQwggIHAD+T2QU6b0qbVMoAAwky1zPB5mDGNAQQQAaT6AwMwEGAAASSZm5bM2V6YrZYBBDAQ+KvdgXyegw4G7GMAAbSvTTlOaVMYeJ0BBBABpPoDAzAQYAABfD1RkDjZHzBgHwMIYCDwA7l9kNOmtGm1DCCAMFMtM3weZkxjAAFEAKn+wAAMBBhAAEnmpiVzthdmq2UAAQwE/mp3IJ/noIMB+xhAAO1rU45T2hQGXmcAAUQAqf7AAAwEGEAAX08UJE72BwzYxwACGAj8QG4f5LQpbVotAwggzFTLDJ+HGdMYQAARQKo/MAADAQYQQJK5acmc7YXZahlAAAOBv9odyOc56GDAPgYQQPvalOOUNoWB1xlAABFAqj8wAAMBBhDA1xMFiZP9AQP2MYAABgI/kNsHOW1Km1bLwB//+Md/+O1vf/uz/P3+97//39Uuz+dhDgZgQHcGEEAEkOoPDMAADMAADMCAYwwggI41uO49EraPXjMMwAAMwAAM1J4BBBABpNcHAzAAAzAAAzDgGAMIoGMNTq+q9r0q9nFt9vG333472NPT8y+NjY1F/19ra+sv8t7333//93H2vXzev3zS51999dV4nO+Tz/z444/tso1ffvnlz8Hvk98k78VdF5+rDV/sV/arawwggAggvT4Y0JqBb7755p+D0hT1v0jZTz/91FYukNdTAH/55Ze/+frrr59EbW/w9e++++5GuW3nPSQFBmAgKwYQQJK/1sk/K9BZj3lBUyp6X3zxxb8GJanS/yJ45SSwXgIoVb8k20810DxWiS+0mYkMIIAIIAIIA9oxIPJXSfTKvV/u9GxWAiiVvaigLwKaRP6834QEIhRRbPE6bGTFAAJI8tcu+WcFN+sxO1AGr5cToQqKkfzvSVPwMe41gZU4iZLRcqdrRUCD2yP/y+lsOS3sfWfU9stvLVfF9Jbn0WzGaT/aL08GEEAEEAGEAS0ZEAHyqnUiVH5x8gfN4eHhf4ySLf/nkj4Pu4ZPtitqfVHCKNsZtoycKg7bfrk5JOzzvIY0wAAMZMEAAkjy1zL5ZwE36zA/SIocxRGhYLVQhEpeS8uASGiYnFVb/av0G8IqgVIFjJLetL+L5c0/NmhD2jAtAwggAogAwoDxDIhgBUWtXJUubuAMW285MRNhC26H/F/pdK4sJ+sNLhtVNYy7/XwOSYABGIhiAAEk+Ruf/KPg5nV3Al+YqKUVwCiZC16H6Ocs7HR0uRtSvGXDKoAig3LNoPcZHt3hmbamrevBAAKIACKAMGA8A2HX6cURr3JBNkzKylX/ZF1hYxaWE0apDIadvvYqgWl/Q7nfx3tIBgy4zQACSPI3PvkTxNwOYtL+YadP01TPok7JVrqWT4TNkzfvMeo0rlxH6H0m6jFtFZNjg2MDBmAgigEEEAFEAGHAaAaiREpuIIkKfJVeD6v+iaRVupZPhC0oc8HtELkME8XgcvK/iG2lbeV9EjwMwEASBhBAkr/RyT8J9CxjT7CMqtSlPXUaJnKVqn/CVdhyfmmUamBYtVJeixJZeLWHV9qSttSJAQQQAUQAYcBYBsKu/YtTqSsXhKNELM7A0uUEMGpb5XURWRHFsCpguW3lPYQCBmAgKQMIIMnf2OSfFHqWsyNght1wIQJV7qaLOG0fJnFxK4phy4pQhr0u2yrveduEANrBpdeePNKeujOAACKACCAMGMdA1DV6cU7TlgvKYcO4iKjFqf7JeqNEL1jZE6H0nxqWZcMEUNZXbnt5D8mAARhIygACSPI3LvknhZ3l7AiUUfInp1LTtnHYzRnVSFjY8kH5i6pQhk0hl8VsJmn3CcvbcdzQjrRjkAEEEAFEAGHAGAai5C/uKdpgAPT/HyZgwdO0/s+HPQ8bkNoTQBHJ4B3B/nWE/bYspNb/HTxHAmAABjwGEECSvzHJ34OWRzcDWNTNGVlJkqzHkzXvsZrqn3AZJnGyrjinpsO+P6payDHg5jFAu9PuWTKAACKACCAMaM9AVHUui8qfBNSw6+9E3KoVMKnwefLofwxe7xcM4lHD2ZSrGAbXwf/IAQzAQDUMIIAkf+2TfzVA81n7AmCUVGV5fVzYqVsZm0/ErFqmpGrolz95XqkCGFY5zPL3Vfsb+Lx9xxFtSpsGGUAAEUAEEAa0ZUDkL2zgZJGjJHIWDIDyf1bVP2/dYTInEhh1J3FUddM/RIy3bh5J4jAAA1kxgACS/LVN/llBznrMDJgiZmHyJxW2SqdUq2nzKGFL+h1Rp3NFAoPzE0d9N9U/M5mthjs+SxvnzQACiAAigDCgHQMiX2GnUoOnViv9X+kmjihZq3TKtlLgjhpPsNL2yvsivUnls9J28T7SAQMw4DGAAJL8tUv+Hpw8uhuoou74jSNQ/s9UEsCoClwWAha1bv/2BZ+L/HHjh7vcE/No+3oygAAigAggDGjHQL0EMOwUc1Z3Fksgl0pg2HcExU/+l+/NQjzrmUD4LoQFBsxlAAEk+WuX/Ako5gaUrNquHgIY9R1RN2uk+W3yXWFzF0uFUiqFVP1gPg1fLAs/SRhAABFABBAGYAAGYAAGYMAxBhBAxxo8SS+BZehdwgAMwAAMwIBdDCCACCC9PhiAARiAARiAAccYQAAda3B6cHb14GhP2hMGYAAGYCAJAwggAkivDwZgAAZgAAZgwDEGEEDHGjxJL4Fl6F3CAAzAAAzAgF0MIIAIIL0+GIABGIABGIABxxhAAB1rcHpwdvXgaE/aEwZgAAZgIAkDCCACSK8PBmAABmAABmDAMQYQQMcaPEkvgWXoXcIADMAADMCAXQwggAggvT4YgAEYgAEYgAHHGEAAHWtwenB29eBoT9oTBmAABmAgCQMIIAJIrw8GYAAGYAAGYMAxBhBAxxo8SS+BZehdwgAMwAAMwIBdDCCACCC9PhiAARiAARiAAccYQAAda3B6cHb14GhP2hMGYAAGYCAJAwggAkivDwZgAAZgAAZgwDEGEEDHGjxJL4Fl6F3CAAzAAAzAgF0MIIAIIL0+GIABGIABGIABxxhAAB1rcHpwdvXgaE/aEwZgAAZgIAkDCCACSK8PBmAABmAABmDAMQYQQMcaPEkvgWXoXcIADMAADMCAXQwggAggvT4YgAEYgAEYgAHHGEAAHWtwenB29eBoT9oTBmAABmAgCQMIIAJIrw8GYAAGYAAGYMAxBhBAxxo8SS+BZehdwgAMwAAMwIBdDCCACCC9PhiAARiAARiAAccYQAAda3B6cHb14GhP2hMGYAAGYCAJAwggAkivDwZgAAZgAAZgwDEGEEDHGjxJL4Fl6F3CAAzAAAzAgF0MIIAIIL0+GIABGIABGIABxxhAAB1rcHpwdvXgaE/aEwZgAAZgIAkDCCACSK8PBmAABmAABmDAMQYQQMcaPEkvgWXoXcIADMAADMCAXQwggAggvT4YgAEYgAEYgAHHGEAAHWtwenB29eBoT9oTBmAABmAgCQMIIAJIrw8GYAAGYAAGYMAxBhBAxxo8SS+BZehdwgAMwAAMwIBdDCCACCC9PhiAARiAARiAAccYQAAda3B6cHb14GhP2hMGYAAGYCAJAwggAkivDwZgAAZgAAZgwDEGEEDHGjxJL4Fl6F3CAAzAAAzAgF0M/H+EAENt6syt7gAAAABJRU5ErkJggg=="
    }
   },
   "cell_type": "markdown",
   "id": "d6ff415e",
   "metadata": {},
   "source": [
    "# 起始角度\n",
    "如前所述，默认起始角度位于 x 轴，但您可以通过指定 startangle 参数来更改起始角度。\n",
    "\n",
    "startangle 参数定义为以度为单位的角度，默认角度为 0：\n",
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "8a6f569b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAQ0AAADnCAYAAAAEugNYAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAAAf/ElEQVR4nO3deXxU1f3/8ddnJovIElxAKAijuGTUCAqogIJVW63YatXWWpe4VOqC/rQundbvF8dqK9a2fl1qbV1qFOvSr62tTiv2pxUQUAQJjDigIKDIvoU1kOV8/7g3JcZsk8zMuXfu5/l4zCPJZO69nwnhnXPPPfccMcaglFLtFbJdgFLKXzQ0lFJp0dBQSqVFQ0MplRYNDaVUWjQ0lFJp0dBQSqVFQ0MplRYNDaVUWjQ0lFJp0dBQSqVFQ0MplRYNDaVUWjQ0lFJp0dBQSqVFQ0MplRYNDaVUWjQ0lFJp0dBQSqVFQ0MplRYNDaVUWjQ0lFJp0dBQSqVFQ0MplRYNDaVUWjQ0lG+ISJ2IVIrIAhGZJyI3i0irv8MiEhGR7+eqxiDQ0FB+stMYM8QYcyTwNeAbwB1tbBMBNDQySHQt1/wQiSUOAA4BBgH9gX2bPPYBugJhIPzq326tChvTBahp9NgKfNrosbzhY3RhaltO31AzRGSbMaZbo68PBt4D9gcGAs/gvEeA8caYGSLyDhAFlgIVwIPAROBkoBj4rTHm9yLSF3gB6AEUANcYY6bl5I35TIHtAlR6IrHEvsBw4DhgMHuColtr2zUVMqYr0LO9r0+VRjezJ0Q+BmYAU6MLU+vSOW4mGWM+EZEw0BtYC3zNGFMtIocCzwHDgBhwizHmLAARGQdUGWOGi0gxMF1EXgfOBSYbY37u7nNvG+/JDzQ0PC4SSxwFnAqcgBMWgyyV0tN9DHa//hFAqjS6EJgGTAWmRRemltsoDigEHhaRIUAdcFgLr/s6cLSInO9+XQIcitNieVJECoGXjTGV2S3XvzQ0PCYSS5QApwFnuI/+ditqU6n7uAogVRr9FCdEpgH/ii5MfZKtA7unJ3U4rYw7gDU4oRYCqlvaDLjeGDO5mf2NBsYCT4nIb4wxT2elcJ/T0PCASCzRE/gOTofdifj732UAcJH7IFUanYHTl/BidGFqc6YOIiK9gEeBh40xRkRKgBXGmHoRKcfpuwGnn6Z7o00nA9eIyJvGmBoROQz4HKdfZIUx5jH3tOVYQEOjGX7+5fS1SCxRDJyF85/rTJxOuXw00n08kCqNvoITIJOjC1O1HdhXFxGpxDkVqcXp+PyN+71HgJdE5FLgNWC7+/x8oE5E5gFPAQ/gXFF5X0QEWAecg9MxequI1ADbgEs7UF8g6NWTHIvEEocA1+P8Uva0Vcc/Xr5ls9g7/hqcjsqK6MJUpaUaVAdpaORIJJY4BbgR55zZ+vgYy6HR2Hycv/7PRBemamwXo9qmoZFFkVgiDFwM3AyUWS7nCzwUGg2WA78EnoguTO2yXYxqmYZGFkRiCQG+C9wJHG65nGZ5MDQarALuAx7R8PAm683kfBOJJc4C5gLP49HA8Li+OJ2bH6dKo5enSqPhtjZQuaWhkSGRWGJ4JJaYDrzCngFQquMOBJ4E5qdKo2fbLkbtoZdcOykSS+wH3ANciYZwNhwBvJwqjb4GXBVdmFphu6Cg01/yTojEEpcBi3BGQ+rPMrvOAD5IlUavsF1I0GlLowMisUQEeAI4xXIpQVMCPJEqjZ6P0+r43HZBQaR/HdMUiSW+D1SigWHTN3BaHZfZLiSItKXRTpFYogfwO3RCF6/oCfwxVRr9Dk6rY6XlegJDWxrtEIklRgLz0MDwojOBBanS6EW2CwkKDY02RGKJG4ApODc5KW/qCUxKlUbvTZVGxXYx+U5PT1oQiSWKgN8CP7Bdi2q324BBqdLoJdGFqZ22i8lX2tJoRiSW6A28gQaGH50HTEmVRvvYLiRfaWg0EYklBuNM/Xai7VpUhw0H3k2VRo+yXUg+0tBoJBJLnIjTfzHAdi2q0wYA01Ol0dNtF5JvNDRckVji6zhTwZXYrkVlTA8gkSqNXmO7kHyioQFEYolzcW4002nr808YeCRVGr3LdiH5IvChEYklLgVeBIps16Ky6r9SpdGbbReRDwIdGpFY4gLgj+yZuVrlt1+lSqOX2y7C7wIbGpFY4nSc2awD+zMIqMdSpdFzbBfhZ4H8DxOJJUYAL+FMha+CJQw8nyqNftV2IX4VuNBwlzlMsGehYBU8xcDfUqXRYbYL8aNAhUYkluiLs5DOPrZrUdZ1B/6ZKo2W2i7EbwITGu69JC8B/WzXojxjf+D1VGn0QNuF+ElgQgPn5rMRtotQnnMg8JdUaVQvubdTIEIjEktcg958plo2DPi17SL8Iu9DIxJLjMJZ9k+p1ox3ZwFTbcjr0IjEEj1xFi3SS6uqPR5PlUYPsV2E1+V1aACPAP1tF6H84dNeJC+7KfxkWUWZ/pFpRd7O3BWJJS4ELrRdh/I+A1ufGxOa//LI0Cj3qTuA/7JZk5flZUsjEkv0x2llKNWqnUV8+KOrwhsbBQZArKyibKS1ojyuXaEhIueIiBGRDg+EEZGnROT8jm7fXu6K7U/hzRXRlUcYMJUHyVtX3Bg+9PP9ZWCTb4eBZ8oqyrrYqM3r2tvSuBB4G3809y8FTrVdhPKuemHtA2eH3v/F98In14Wlpf6Lg4Ef57Iuv2gzNESkG858mVcC33OfO1lEpopIQkQWicijIhJyv7dNRO4XkQUi8oaI9Gpmn0NFZIqIzBGRySLS133+BhH5UETmi8jz6b6ZSCxRAvwy3e1UcGzsxuwfjg/LjCNCQ9vx8tvKKsqatkICrz0tjbOB14wxHwEbRKThh30ccD3Oqt6DgHPd57sCs40xR+LMt3lH452JSCHwEHC+MWYo8CTwc/fbMeAYY8zRwNUdeD93Ab07sJ3KcwZ2v36MTLl6fHhoVbcv/yFrQRd00NeXtCc0LsQZ64D7seEUZZYx5hNjTB3wHHtm764HXnA/n8SXZ/U+HDgK+JeIVOL0UjdcFp0PPCsiFwO16bwRdxbxa9PZRgVDTYhlEy4OL3n8jPAYRNJdTOm8sooyXbe3kVYvuYrIvjgLHZeJiMHpIDI4t5abJi9v+nVLzwuwwBjT3H0gY4HRwDeB20WkzBjTZni4nZ+/RWfgUk0s6830CZeEB1cXSbdO7OaBsoqyIcnyZF3GCvOxtloa5wPPGGMGGmMixpgDgaXAScBxInKQ25dxAU5HacM+G66SfL/R8w0WAb1EZAQ4pysicqS7nwONMf/G6YAqAdr7D30eMKrNV6nAMLD1ma+Gpt92ZcGoTgYGOC1jbcW62gqNC4G/NnnuJff594CHgRROkDS8bjtOoHyA00r5WeONjTG7cULlXhGZB1QCI3FaCZNEJAnMBR40xmxu6w1EYokwTl+GUgDsKGLBjePCm145IZTJPyR3llWU7Z/B/flWq6cnxpgvTYlmjHlQROYDtxhjzmphux8189xljT6vxDkNaaojq5pdAuhEKgoDZu4gmXrfeaGRrVxK7ah9gJuA2zO8X9/x9YjQSCxRgA73VUC9sOb+c0JzJ343PCYLgdHgmrKKss6e6vheh0LDGPNWK62MXP5QL8K53KsCbEM33vvh9eHwO9HQsVk+1D7AVVk+huf5tqXhXjGJ2a5D2WNg92vHytRrxoeHVXWVXPU33FhWUZa3N3q2h5/f/NfQvozAqgmz9M7vh3d91F+a6xvLpgE4I6Mn5fi4nuHblgbOaFQVQEsP4O0rbgz3/qh/x2+g7KRbLR3XE3wZGpFY4mDgTNt1qNwysKXi1NCMH19RcOKuIrG5bs3RZRVlZ1g8vlV+PT25Dp8GnuqY7cV88JPLwiWr9xWvzHNxM84aOoHju/94kVhib+AK23Wo3DBQP/sQmXLljeHS1fuKl9YnObWsoiyQa+j4saVxNjrBTiDUCavv/3Zo1azDQ2Ns19IMwbl94je2C8k137U0cOf0UPltfXdm/fD6cOGsw0PH2K6lFX6YlCrjfBUakVhiHyCwHVBBYGDXP4bJ1GvHFxy3pavsZ7ueNgwrqygL3JIHfjs9ORfQ5fPyVE2YT+64KFyzuF/Ox150xveAu20XkUu+amkQ0OZgECzpw9uX3xTus7ifHG67ljQF7nTZN6ERiSX2B062XYfKLANVfzwtNPMnlxecuLtQ9rZdTwccWVZRVma7iFzy0+nJ19CZufLK9mKSscvC+6zZV5qbxc1PLgCStovIFd+0NHBCQ+UBA/WzDpUpV94Yjq7ZV/Jh2czTbBeQSxoaKqfqhFX3nRea/6vzw2PqQ+Knlm5rji2rKPPjqVWH+CI0IrFEFF3I2ffW9WDWuBvCxbMPCw2xXUuGFQJ+P8VqN78kvbYyfMxAdWK4zHr6tLCfLqWm6yTgDdtF5IJfQsOLw4hVO+wOs+SOi8N1S77iq7EXHZHv7+8/fHF6AgyzXYBK3+K+TLvipnDfJV+Rw2zXkgMnlFWUZWtuUk/xfEvDHZ8xwHYdqv0MbH7i66GFrw8NnWS7lhzqgvPHbabtQrLN86EBtGehXuUR2/Zifuzy8H5re8oJtmux4CQ0NDxBQ8MHDNTPOlym3X9O6MT6kAR1EN5g2wXkgoaG6rQ6YdWvzgutmXOoJ+e9yKVALKfhh9A4wnYBqmVrS3g3dln4sG17yxDbtXhAIG6T9/TVE3dtk4jtOtSXGaj++3Eydfy1Bcdv21v2sV2PR+xXVlFWYruIbPN6S6MPsJftItQX7S5g8YSLw+aTvnk/9qIjDgHm2C4imzzd0gAOsl2A+qKPvsLUK24M9/ukrxxquxaPyvtTFK+3NDQ0PMLA5sdODy38/8eGtHXRurzvDNXQUG3auhfzYpeHe60L5tiLdGlLw7IDbBcQZAbqZpbKtAfPDp0U4LEX6fLS2ixZ4fXQyPueaK+qEz6/9zuhDZWDQifbrsVnutkuINs0NNSXrOnJOz+5LFy6rYsEcgWxTrK5xmxOeD00etouIEgM7PzbCfLen76a1/NeZFvez+Dl9dDQlkaO7Crg4wmXhGVpHx170UkaGpZpaOTAwn5Mvev74eNqCkQH0nWenp5YFohJTWwxsOn33wh99OYQHXuRQXnf0vD6iNB62wXkq3Xdw6nrrg1XvzkkdLztWvJMQb7P4OX10KizXUC+CVFf92jh/W89+IOamvUl0td2PXkqr1sbXj890ZZGBg2QNSteKbp9Y4nsOPmk1bLtpIH9l9aI6KjbzNttu4Bs8npLQ0MjQy4NT545peim7iWy42iArsZ0e3zVmmqMyetfcAtqkuXJnbaLyCavh4aennRSF3bt+HvR7dN+VlgxQuSLV6OO3bU7+t2t2/J+Tssc22K7gGzzemhst12Anw2WxR9VFo9bdXRoaYuzgv/Xhk2je9XWzs5lXXmuynYB2eb10NhkuwC/mlDw9NSXiyYMLJaaVm/VFpAXV64eGDJmba5qy3MaGpZttF2A3+zDlo3Ti6+fdUXBa6NFKG7PNvvX1fe6d92GzzDGZLu+ANDQsGyd7QL85Ouh9+bOLr52Vz/ZcFy6256xfcfQUTurp2ajroDR0LBsje0C/CBMXe1jhb+e8vvC+weHpb7DYy8eWrNuZNf6+g8zWVsAaUeoZRoabRgoq1fMLf5h6mvhOWNEOvfvWQiFz61c3RVjtmaqvgDaYLuAbPN6aCyzXYCXXR7+58y3in7UvYfsKMvUPg+qqR1406bN8zO1vwD6xHYB2eb10PjIdgFe1IVdO14t+unbdxQ+86WxF5lwRdXWUYfu3j090/sNiMXteZGI9BGR50VkiYjMEZF/iMg4EXk1k8WIyNUicmkm9+n10FgO7LJdhJcMkcWLKouvWn1UaNmJ2TzOMyvXDC40Zlk2j5GnPm7rBSIiwF+Bt4wxg4wxQ4Gf0Mk5cUWkoOnXxphHjTFPd2a/TXk6NJZNHFsPLLFdh1fEC56a+teiCZFiqT0428fqaky3x1at3YkxNdk+Vh6ppX2n1F8FaowxjzY8YYyZB0wDuonI/4rIQhF51g0YRGSoiExxWyWTRZybDUXkLRH5HxGZDfy/Zr6Oi8gt7msHichr7j6miUip+/x3ROQDEZknIm1eQfN0aLgCf4qyL1UbZhSPn3VZwevtHnuRCUN37Yqet3X7jFwdLw98lCxP1rbjdUfR8ipsxwA34qxhfDAwSkQKgYeA891WyZPAzxttU2SMGWaM+XULXzf4A3C9u49bgEfc5ycApxtjBgPfaqt4r9/lCrDIdgE2nR6aNfeRwgf6hsWkPfYiE+7YsHH0lL27zF5fEB5m4/g+k8zAPmYZY1YAiEglzlrGm3GC5l9uwyMMrGq0zQtN9tH0a0SkGzAS+LO7D+A/f4CmA0+JyIvAX9oq0A+h8b7tAmwIU1f7+8LfvH1qaO7ozl5K7QxnmPmqgace2G+dEellqw6faG9oLADOb+F7jfvw6nD+jwqwwBgzooVtmt6j1dw9WyFgszFmSNNvGGOuFpHjgbHAHBEZaoxp8dKxH05P3rFdQK5FZNVnlcXjFp0WnnuyzcBo0KuuvtfEdRuW6zDzNrU3NN4EikVkXMMTInI00NKNhYuAXiIywn1toYgcmU5hxpgtwFIR+Y67DxGRwe7ng4wx7xpjJuCMwm51wSfrv5BtWTZx7KfAStt15MqV4X/M+HfRzSXdZWdavxTZdub2HcNG6DDz1higXdMMGCd8vw2c5l5yXQDcA6xu4fW7cVom94rIPKAS51QjXRcBV7r7WACc7T5/n4gkReQDYAYwr7WdiB/+eERiib/g/JDz1t5Ub/9z0Z1zjwwtz+ql1M6ogZoTB/b/eEcodITtWjxofrI8Odh2Ebng+ZaGK68nijlWPlpYWTxurZcDA74wzHyb7Vo86A3bBeSKX0Ijby/7/azgj1NeKoofXCS1vpir8+Ca2oE3bKpqtfkaUBoaHvMueXbL8X5UrX+n+Lr3Li341xgRimzXk46rqraMGqTDzBurBQLT3+OL0Fg2cWwt8LrtOjLlzNC7788qvra+j2wabruWjpq0cs3RBcYst12HR8xKlicDc2ewL0LDlbBdQGeFqat9svCXb/228IFjwmJ6266nM7oZ0/0Pq9du12HmQIBOTcBfofFPnMtavnSQrPy0snjcolPClSeLIG1v4X3Dq3cd8e1tOswcDQ1vWjZx7FrgPdt1dMS48KvT3yy6pafXxl5kwp3rN47er7aupfsogmATeX51rynfhIbrb7YLSEdXdm77Z1Hs7Z8W/mmUCD1s15MN7mzmB4oxQZ3P9flkeTJQC075LTSexSenKMNkUWpu8Q/XR0OfenrsRSb0rqvr/YvgDjOvsF1ArvkqNJZNHLscmGK7jtYZ8/OCx6f8uejOQUVSG7FdTa6ctX3HsOOrdwXmsqNrUbI8+a7tInLNV6Hh8myy78/mde8Uj59zUcGbvht7kQmPrF47okt9fcp2HTnk2d/FbPJjaPwvsMN2EU2NDb0z593i60wf2RTYeSeKoOi5lau7BGSYeT0wyXYRNvguNJZNHLuNdkwUkisF1NZUFE6c8nDhg8f6fexFJgyqqY1ctzkQw8z/nSxPfma7CBt8Fxqu39kuAOBgWbm8snjcx2PC88fky9iLTLh685ZRB++uyfdh5oE8NQGfhsayiWNnYHlynqvDf5/+RtEt+3aTar1NvBmTVq4uKzDmU9t1ZMl64CXbRdjiy9BwNZ00NSe6snPb5KLbpscKnx8lQncbNfhBd2N6/H712q15Osz8/mR50nP9arni59D4K7A0lwccLgtTc4vHbTg8tGJULo/rV8dV7zry7PwbZr4ZeNh2ETb5NjSWTRxbB/xPbo5mzD0Fj015sehnhxRJ3cDcHDM/3LV+4+h96+ryaXLoh5Llybxf5Lk1vg0N15M455dZ05tN62YVX/v+hQX/HiNCYTaPlY8E5MXPV/cTY7L675QjW8nZHyrv8nVouJdff5Gt/X8zNGP2zOLx9Jaqodk6RhAcUFd3wN3rNyzNg2Hmv0uWJzfaLsI2X4eG6xEgo730hdTufqbwnikPFj48NCxG1/rIgG9t2zF8ePWuabbr6ISdWOp89xrfh8ayiWN34SwrlxGHyopllcXjlpwUTurYiwx7dPXaE7rU1y+0XUcH/SFZnlxruwgv8H1ouJ7BWcehU64Lvzz99aLb9u8q1dEM1KSaKIKiSSvXFGNMcyuAedkG4C7bRXhFXoSGu7p8rKPbd2Xn1teLbp1+a+GLo0TolsHSVBOH1dQcdM3mLXNt15Gm25LlyRaXKQyavAgNgGUTx74K/D3d7Y6XDz+sLB638bDQ5zr2Ikeu3Vx1YmR3jV/Gb0wH/mi7CC/Jm9BwjQfaeYelMfcW/GHK80V3H1qoYy9y7tlVq48sMMbrN3zVAtcky5N+v+qTUXkVGssmjv2MdnSKHsDGte8VX/v+BQVv6dgLS3rUm5LfrV5bhTG1tmtpxQPJ8mR7F3UOjLwKDdeDQIsjEM8JvT17ZvH1oV469sK6E6p3HfXNbTu8ejfsCiBuuwgv8sUC0OmKxBJDcVZlCzc8V0jt7qcK7505MrRgtF5K9Y56qD95QL95m8LhY2zX0sR5yfKkZ+Zt8ZJ8bGmwbOLYOcDdDV8fJp8trSy+asmo8AIde+ExIQi9+PnqvmKMl65OPKeB0bK8DA3XXcDMG8J/eXty0Y97d5VdOvbCo/rU1fX52fqNS2zX4VoEjLNdhJfl5elJgzf/e8zAU8KV84AS27Wotl3Wp/fUOV32Gm2xhJ3A8dr52bq8Dg0A4iXnEuBZlvxkN+waNbD/supQ6HBLJVyZLE8+aenYvpHPpyeOeNVfcK6oKI8rguJJK9cUYoyNWbEqNDDaJ/9Dw3ErztUU5XGH19QcPG7zllxP2rMAuDbHx/St/D89aRAv6YWzUO8g26Wotp3Vv+/M5YWFI3JwqO3A8GR5MkiLPHVKUFoaEK9aB5wBBHWhYl/508rVR4SNWZHlw9TgjMfQwEhDcEIDIF61GBiL89dFeViPelPyyOp1m7I4zLweuCRZnpycpf3nrWCFBkC86j3guzg3IykPG1ldXXbm9qwNM78uWZ58IUv7zmvB6dNoKl5yJfC47TJU6+qhfsyAfvM3h8NDMrjbCcnypE6q00HBa2k0iFc9AdxpuwzVOneY+QFiTKYm9H1AA6NzghsaAPGqOFmczVxlRt+6ur7x9RsXZ2BXk4CbMrCfQAt2aADEq24HfgQE9DzNH87dtv24Y6qrp3ZiF08Dl+uEOp0X3D6NpuIllwJPAAW2S1HN2yVUnzig/6fVodBhaW56T7I8+dOsFBVA2tJoEK96GjgXqLZdimpesWGvZ1atCacxzLwe5yqJBkYGaWg0Fq96BTgdqLJdimpe6e6aQT+o2jKnHS+tBs5PlicfyXZNQaOnJ82JlwwB/gn0sVyJasGZ/fvO/KzlYeYbgW8ly5NenUrQ1zQ0WhIv6Qs8D9ic30G1oCokVWMG9N9WJ9KvybeWA2cky5N+XcnN8/T0pCXxqlXAKcA96JUVzympNyUPr1m3AWPqGj2dAI7VwMgubWm0R7zkGzhLP+5nuxT1Rbf22m/Ka926jgJuB+7TS6rZp6HRXvGSA3FOV0baLkXtUQ9Lzurf95J//GDhTNu1BIWGRjriJQU4pys3g85q7gFPA9cTr9piu5Ag0dDoiHjJScDvgCNtlxJQG4GriVf92XYhQaQdoR0Rr5oGHAP8GLAxn2VQ1QOPAYdrYNijLY3OipcMwJm4+GzbpeS56cANxKtyPX+oakJDI1PiJd8EHgJ0BfrMWgncRrzqWduFKIeGRibFS/YGbgFuBPaxW4zv7QJ+A/yCeNU228WoPTQ0siFe0gO4Dmfuhl6Wq/GbapyrIvcSr/rEdjHqyzQ0sslpeVyN0/roa7kar9uEc0XqQeJVa2wXo1qmoZEL8ZK9gCuB24ABlqvxmk+B+4HH9TTEHzQ0cileUgh8EygHvgEU2i3Iqvdx+ixeIF6lM8P7iIaGLc6KbxfiBMixlqvJlY9xhuI/R7xKFyjyKQ0NL4iXHAVcClxM/vV9rABewAmK9kyeozxOQ8NL4iVhYBhwqvsYBRRbrSl9BvgQ+DfwIvA28Sr9JcsjGhpe5nSgjmJPiAwFwlZr+rJanP6JacBUnJDI1BolyoM0NPwkXtITGAGUNXpEgaIcVbANWAIsBhbgBMVM4lW6Nm6AaGj4nXNKMwA4pNFjf6CkmUcPvnjFxuDccNfw2N7o4+c44bDkPx91/IRCQyN44iVdgC7ATuJVO22Xo/xHQ0MplRadT0MplRYNjWaISJ2IVIrIPBF5X0R0XlClXHp60gwR2WaM6eZ+fjrwU2PMGMtlKeUJ2tJoWw+cOzARkW4i8obb+kiKyNnu8xERSYnIYyKyQEReF5Eu7veuEpH33FbLSyKyt/v8UyLyoIjMEJFPROT8No7RVUQS7n4+EJELrPw0VOBpS6MZIlIHJIG9cIZ1n2KMmSMiBcDexpgtIrI/8A5wKM5sXYuBYcaYShF5Efi7MWaSiOxnjNng7vduYI0x5iEReQroClwAlLqvP6SVY5wLnGGMucrdV4kxRtecVTlXYLsAj9ppjBkCICIjgKdF5CicZQt+ISKjcSa57Qcc4G6z1BhT6X4+B4i4nx/lhkVPoBswudFxXjbG1AMfikjDflo6RhL4tYjcC7xqjJmW0XesVDvp6UkbjDEzcQZL9QIucj8OdUNlDU5rBJzp6RrUsSeQnwLGG2PKgDsbvb7pNg3rqDR7DGPMRzh3wyaBu0VkQgbenlJp05ZGG0SkFOd+jw04oyrXGmNqROSrtG8S4e7AKhEpxAmEz9t4fbPHEJGvABvdU57NwA869IaU6iQNjeZ1EZFK93MByo0xdSLyLPCKiCSB2UB7Fhr+b+BdYJ37sXsbr2/pGGXAfSJSD9QA16TxfpTKGO0IVUqlRfs0lFJp0dBQSqVFQ0MplRYNDaVUWjQ0lFJp0dBQSqVFQ0MplRYNDaVUWjQ0lFJp0dBQSqVFQ0MplRYNDaVUWjQ0lFJp0dBQSqVFQ0MplRYNDaVUWjQ0lFJp+T+/KDIciVIOMwAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "y = np.array([35, 25, 25, 15])\n",
    "mylabels = [\"Apples\", \"Bananas\", \"Cherries\", \"Dates\"]\n",
    "\n",
    "plt.pie(y, labels = mylabels, startangle = 90)\n",
    "plt.show() "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "91b23ca6",
   "metadata": {},
   "source": [
    "# Explode\n",
    "也许你想让其中一个楔子脱颖而出？ explode参数允许您这样做。\n",
    "\n",
    "如果指定了explode参数，而不是 None，则必须是一个数组，每个楔形都有一个值。\n",
    "\n",
    "每个值表示每个楔形显示的距离中心多远："
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "bdafb3c7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "y = np.array([35, 25, 25, 15])\n",
    "mylabels = [\"Apples\", \"Bananas\", \"Cherries\", \"Dates\"]\n",
    "myexplode = [0.2, 0, 0, 0]\n",
    "\n",
    "plt.pie(y, labels = mylabels, explode = myexplode)\n",
    "plt.show() "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e99a37aa",
   "metadata": {},
   "source": [
    "# 阴影\n",
    "通过将 shadows 参数设置为 True 为饼图添加阴影："
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "a30d257b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "y = np.array([35, 25, 25, 15])\n",
    "mylabels = [\"Apples\", \"Bananas\", \"Cherries\", \"Dates\"]\n",
    "myexplode = [0.2, 0, 0, 0]\n",
    "\n",
    "plt.pie(y, labels = mylabels, explode = myexplode, shadow = True)\n",
    "plt.show() "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1a07db9e",
   "metadata": {},
   "source": [
    "# 颜色\n",
    "使用colors参数设置每个楔形的颜色。\n",
    "\n",
    "如果指定了颜色参数，则必须是一个数组，每个楔形都有一个值："
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "067df4f2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "y = np.array([35, 25, 25, 15])\n",
    "mylabels = [\"Apples\", \"Bananas\", \"Cherries\", \"Dates\"]\n",
    "mycolors = [\"black\", \"hotpink\", \"b\", \"#4CAF50\"]\n",
    "\n",
    "plt.pie(y, labels = mylabels, colors = mycolors)\n",
    "plt.show() "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "739c1a1d",
   "metadata": {},
   "source": [
    "# 图例\n",
    "要为每个楔形添加解释列表，请使用 legend() 函数："
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "248b447c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "y = np.array([35, 25, 25, 15])\n",
    "mylabels = [\"Apples\", \"Bananas\", \"Cherries\", \"Dates\"]\n",
    "\n",
    "plt.pie(y, labels = mylabels)\n",
    "plt.legend()\n",
    "plt.show() "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cacc97aa",
   "metadata": {},
   "source": [
    "## 带标题的图例\n",
    "要向图例添加标题，请将标题参数添加到图例函数。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "7fae0249",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "y = np.array([35, 25, 25, 15])\n",
    "mylabels = [\"Apples\", \"Bananas\", \"Cherries\", \"Dates\"]\n",
    "\n",
    "plt.pie(y, labels = mylabels)\n",
    "plt.legend(title = \"Four Fruits:\")\n",
    "plt.show() "
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.10"
  },
  "toc": {
   "base_numbering": 1,
   "nav_menu": {},
   "number_sections": true,
   "sideBar": true,
   "skip_h1_title": false,
   "title_cell": "Table of Contents",
   "title_sidebar": "Contents",
   "toc_cell": false,
   "toc_position": {},
   "toc_section_display": true,
   "toc_window_display": false
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
